C to change map style
R for driving mode
Z for self-driving modedata:image/png;base64,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C to change map style
R for driving mode
Z for self-driving modede:$globe zeige aktuellen Standort
pt:mostra a localização corrente do dispositivo no $globe
ca:$globe centra a la meva ubicació
de:$globe Zoom
pt:o zoom do $globe
ca:$globe zoom
de:setze $globe Zoom auf _
pt:altera o zoom do $globe para _
ca:$globe fixa el zoom a _
10de:$globe Längengrad von x _
pt:a longitude no $globe da coordenada x _
ca:$globe longitud per a x _
0de:$globe Breitengrad von y _
pt:a latitude no $globe da coordenada y _
ca:$globe latitud per a y _
0de:setze $globe auf Länge: _ Breite: _
pt:altera a posição no $globe para (longitude: _ , latitude: _ )
ca:$globe centra a longitud: _ latitud: _
-122.25785237.872099de:y von $globe Breitengrad _
pt:a coordenada y da latitude _ no $globe
ca:$globe y per a latitud _
de:x von $globe Längengrad _
pt:a coordenada x da longidude _ no $globe
ca:$globe x per a longitud _
de:ändere $globe um x: _ y: _ Pixel
pt:desloca a posição do mapa de (x: _ , y: _ )
ca:$globe canvia la ubicació en x: _ y: _ píxels
1010de:$globe Entfernung in km zu _
pt:a tua distância em km a _ no $globo
ca:$globe distància en km fins a _
kmkm
m
ft
yd
mi§_objectsMenumap_dist(lat1, lon1, lat2, lon2)m1000ft3280.84yd1093.6132983377mi11.60921de:$globe aktuelle Position
pt:a localização corrente do dispositivo no $globe
ca:$globe ubicació actual
de:$globe aktueller Breitengrad
pt:a latitude corrente do dispositivo no $globe
ca:$globe latitud actual
de:$globe aktueller Längengrad
pt:a longitude corrente do dispositivo no $globe
ca:$globe longitud actual
de:aktualisiere $globe
pt:actualiza o $globe
ca:$globe força refresc
de:$globe als Kostüm
pt:a parte visível do $globe na forma de traje
ca:$globe vestit del mapa actual
de:setze $globe Stil auf _
pt:altera o estilo do $globe para _
ca:$globe fixa l'estil de mapa a _
OpenStreetMapOpenStreetMap
Wikimedia
Watercolor
Toner
Terrain
Topographic
Satellite
Streets
Shading
Mapbox (experimental)de:setze $globe Zoom auf _
pt:altera o zoom do $globe para _
ca:$globe fixa el zoom a _
1de:$globe Breitengrad von y _
pt:a latitude no $globe da coordenada y _
ca:$globe latitud per a y _
00de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _
ca:llança _
es:lanzar _
fr:lance _
pt:lança _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
pt:lança _ _
catchtagThis is a breakpoint block, to be used in debugging.
The Boolean input specifies the condition under which
the program should pause. (Use True for an unconditional breakpoint.) The intent is that the script should have
SHOW VARIABLE blocks for the process's local variables.
After the pause, this block automatically hides all temporary variables.de:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0
This block does nothing.
Use it when you are calling a reporter
for its side effect and don't care about
its return value.de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right. The # variable can be used inside f to represent how many times f has been called.pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _
ca:en cascada _ vegades _ _ _
Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right. The # variable can be used inside f or condition to indicate how many times f has been called.pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _
ca:en cascada fins _ _ _ _
Returns the function x↦f(g(x)) where f and g are the two inputs.pt:a composição de _ com _
ca:composa _ _
Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time. So the script is run at least once.pt:repete _ até que _ $loop-0.7
ca:repeteix _ fins _
Run the script repeatedly, as long as the given condition is true. Runs the script at least once before testing the condition.pt:repete _ enquanto _ $loop-0.7
ca:repeteix _ mentre _
Runs the script repeatedly, as long as the condition is true. Tests the condition before the first time the script is run. Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.pt:enquanto _ , repete _ $loop-0.7
Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script. Try
REPEAT (200)
MOVE (#) STEPS
RIGHT 92
with the pen down.pt:repete _ vezes _ _ $loop-0.7
ca:repeteix _ _ _
The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger. This version allows you to provide an explicit step value. If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.pt:para _ de _ com passo _ a _ _ $loop-0.7
ca:per _ = _ incrementant _ fins _ _
1110Provides LOOP as a function of one input that runs
the body of the LET with A set to the function input,
so the body can run itself recursively.
See COPY block in Variables for an example of use.pt:tendo _ o valor inicial _ , executa _ definido como _
ca:fes que _ sigui _ al _ _
new valueCatch errors.
Runs the first script. If it succeeds, nothing else happens.
But if it has an error (something that would otherwise result
in a red halo around the block), then the second script is run,
with the text of the error message that would have been shown in the variable ERROR.pt:tenta executar _ e, em caso de erro _ , executa _
ca:prova de forma segura _ i si _ _
Throw an error.
Makes a red halo appear around the script that runs it,
with the input text shown in a speech balloon next to
the script, just like any Snap! error.
This is useful to put in the second script of SAFELY TRY
after some other instructions to undo the partial work of
the first script.pt:lança o erro _
Catch errors in a reporter.
Evaluates its first input. If that expression successfully reports a value, this block reports that value. If the expression causes a Snap! error,
then the final input slot is evaluated with the text of what would have
been the error message in variable ERROR. SAFELY TRY then reports the value of that final expression.
Sometimes you'll want to throw an error in the final expression. You
can put an ERROR block inside a CALL block to do that.ca:prova de forma segura reportant _ i si _ reportant _
errwhat's your name?Alert!choose!title§_objectsMenuoptionleftleft
righthey!open my definition to look at examples how to use the menu blockschoose!de:Kostüm aus Text _ Größe _
pt:um traje com o texto _ de tamanho _
ca:vestit amb el text _ i mida _
A72§_costumesMenu2002Use this block to make "clickable" 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8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==01.13x zoom3,462.99 m (11,361.52 ft; 3,787.17 yd)01.44421563101868421.44 m/s (5.2 km/h; 3.23 mph; 4.74 ft/s)